Probability and Statistics in Engineering and Science, STAT/MATH 390 Click here to send me an anonymous email. Note: because of the anonymity, I will NOT be able to reply to these emails. If you want a reply, send your emails to
marzban at stat.washington.edu . Before you send me a question or a comment about how the class is conducted,
check out my answers to FAQs .
Tentative and evolving SYLLABUS;
LATEST REVISION: 10/6/09 (now including TA's off hrs), 10/9/09, 11/3/09. Explanation of my grading scheme.
-------------------------------------------------------------------------------------------------- Material from lab on
10/6 , 10/13 ,
10/20 , 10/27 ,
11/3 , ...
Quiz (and Solutions):
quiz 1 , quiz 2 ,
quiz 3 , quiz 4 ,
quiz 5 , ...
Solution to test 1 , its
distribution ,
the distribution of each question ,
and the correlations between them.
UPDATE: You can find all of your recorded scores in the complete spreadsheet
here, and the distribution
of the various components of the final score (i.e., hw, qz, test, etc.). The
distribution of the final score (last histogram) determines the final grade
in the course. IT IS YOUR RESPONSIBILITY TO ASSURE THAT THESE GRADES ARE
CONSISTENT WITH YOUR OWN RECORDS. LET ME KNOW IF THEY ARE NOT. A "-99" means
that I don't have a score for that item; these will be converted to
zero unless they are corrected. Here is more explanation. FIRST, consult the homework Rules . HW Set 1: Due 10/6 in quiz session.
Solutions , hw_A,
hw_B ,
Other items of possible interest:
Student evaluations from last three quarters:
spring09 ,
winter09 ,
autumn08 .
Grades from last three quarters:
spring09 ,
winter09 ,
autumn08 ,
Here are some of the typos in the book.
Get R_intro , R_primer ,
R_ref_card .
I STRONGLY recommend that you download
a free version of R for your own machine, because we may not have enough
desktops for everyone in the lab! If you do install R, bring your machine to
the labs on Tuesdays.
Data: hist.dat , Hail Data ,
attendance, ...
--------------------------------------------------------------------------------------------------
Lecture 1 (Ch. 1) 9/30.
Lecture 2 (Ch. 1) 10/1.
Lecture 3 (Ch. 1) 10/2.
------------------------------------------------------------------------------------------------
Lecture 4 (Ch. 1) 10/5.
Lecture 5 (Ch. 1) 10/7.
Lecture 6 (Ch. 2) 10/8.
Lecture 7 (Ch. 2) 10/9.
------------------------------------------------------------------------------------------------
Lecture 8 (Ch. 2-3) 10/12.
Lecture 9 (Ch. 3) 10/14.
Review + sample test 10/15.
------------------------------------------------------------------------------------------------
lecture 11 (Ch. 3) 10/19.
lecture 12 (Ch. 3) 10/21.
lecture 13 (Ch. 3) 10/23.
------------------------------------------------------------------------------------------------
lecture 14 (Ch. 3) 10/26.
lecture 15 (Ch. 4) 10/28.
lecture 16 (Ch. 4) 10/29.
lecture 17 (Ch. 5) 10/29.
------------------------------------------------------------------------------------------------
lecture 18 (Ch. 5) 11/2.
lecture 19 (Ch. 5) 11/4.
lecture 20 (Ch. 5) 11/5.
lecture 21 (Ch. 7) + Supplement 11/6.
------------------------------------------------------------------------------------------------
Homework Assignments (and Solutions):
HW1: hw_A (at the end of lecture 1).
HW2: 1.8(a,b), 1.9, 1.13(a,b), 1.18 (a,b); all "By hand."
HW3: hw_B (at the end of lecture 3), 1.27, 1.52, 1.57, 1.62. Note that there
are Tables in the back of the book giving areas under special distributions;
you may (or may not) want to use them.
Graded problems (and points): 1.8 (2), 1.9 (3), 1.13 (2), 1.18 (2), 1.27 (4),
1.52 (3), 1.57 (3), 1.62 (3), hw_a (1), hw_b (2). Total = 25 points.
--------------------------------------------------------------------------------------------------
HW Set 2: Due 10/13 in quiz session.
Solutions, hw_C, hw_D,
hw_E, hw_F, hw_G, hw_H,hw_I.
HW4: 1.33(a,b), 1.34(b), 1.61, hw_C (in lecture 4).
HW5: 1.73 (Hint: This is a 2-step problem involving Binomial and Normal),
hw_D, hw_E (both in lecture 5). Again, feel free to use the Tables in the back of the book.
HW6: hw_F, hw_G (end of lecture 6), 2.33(b) (Note: You are asked to use the
output/printout of some computer program. Don't freeze! Use your common sense to
make sense of what you're looking at. Then, actually draw the boxplot,
and comment on it.
HW7: hw_H, and hw_I (end of lecture 7).
Graded problems (and points): 1.33 (2), 1.34 (1), 1.61 (4), 1.73 (1), 2.33 (1),
hw_C (2), hw_D (2), hw_E (1), hw_F (1), hw_G (4),
hw_H (2), hw_I (1); total = 22.
--------------------------------------------------------------------------------------------------
HW Set 3: Due 10/20 in quiz session.
Solutions, hw_J,
hw_K, hw_L.
HW8: 2.45 (see example 2.18 in text), hw_J (in lecture 8).
HW9: 3.16, hw_K, and hw_L (in lecture 9).
Graded problems (and points): hw_J (4), hw_K (1), hw_L (1), 2.45 (1),
3.16 (1); total = 8.
--------------------------------------------------------------------------------------------------
HW Set 4: Due 10/27 in quiz session.
Solutions, hw_M,
hw_O
HW10: hw_M (in lecture 11), and 3.25(a,b) (by computer), 3.44(a,b,c) (by computer),
3.45(a,b) (by hand), 3.47(a,b) (by hand).
HW11: 3.25(c,d) (By hand), 3.44(d) (hint: compute R-squared; by hand or
by computer), 3.45(c) (by hand), 3.47(c) (by hand).
HW12: hw_N, hw_O, hw_P (all in lecture 13), 3.29a (by computer), 3.33(a,b)
(in part b, SKIP "Verify ... on the output." Feel free to use the printout
given in the problem as much as possible.
Graded problems (and points): TBA.
--------------------------------------------------------------------------------------------------
HW Set 5: Due 11/3 in quiz session.
Solutions, hw_Q,
hw_R,
hw_S,
hw_T, hw_U,
hw_V, hw_X,
hw_Y, hw_Z.
HW13: hw_Q (by computer), hw_R (by hand); both in lecture 14.
HW14: 4.5, 4.31, hw_S, hw_T (both in lecture 15).
HW15: hw_U, hw_V, hw_W (all in lecture 16).
HW16: hw_X, hw_Y, hw_Z (all in lecture 17), 5.10.
Graded problems (and points): TBA.
--------------------------------------------------------------------------------------------------
HW Set 6: Due 11/10 in quiz session.
HW17: hw_AA (lecture 18), 5.14 (Hint: "defective" means "are scrapped"),
5.59, 5.73 (Hint: the numbers in the table are *percentages per manufacturing
line*; note which way they add-up to 100%, and that will tell you what
kind of probability they represent).
HW18: hw_AB (lecture 19), 5.23a (Hint: Let Si denote the event "the ith
point is a false alarm," then write down the event "at least 1 out of 10 ...,"
then find the prob of that event), 5.52, 5.66, 5.69 (Hint for b: Total = 4 times
average).
HW19: hw_AC, hw_AD (lecture 20), 5.50, 5.56, 5.70(a,b) .
HW20: 7.7d, 7.8d, 7.11(a,b,c), 7.15, 7.20.
Graded problems (and points): TBA.
--------------------------------------------------------------------------------------------------